'Order parameter' presentation slideshows

Phase transition in finite systems

Phase transition in finite systems. Philippe CHOMAZ, GANIL. Finite systems Zeroes of the partition sum Bimodal event distributions Negative heat capacity Abnormal fluctuations Experimental results Melting of Na clusters Superfluidity in atomic nuclei Fragmentation of nuclei

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Atomic Ordering in Alloys David E. Laughlin ALCOA Professor of Physical Metallurgy

Atomic Ordering in Alloys David E. Laughlin ALCOA Professor of Physical Metallurgy Materials Science and Engineering Department Electrical and Computer Engineering Department Data Storage Systems Center Carnegie Mellon University.

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Dynamical Mean Field Theory (DMFT) Approach to Correlated Solids

Dynamical Mean Field Theory (DMFT) Approach to Correlated Solids. Gabriel Kotliar and Center for Materials Theory. 1. $upport : NSF -DMR DOE-Basic Energy Sciences. Kaohsiung December 18 th 2009. Outline. Weakly and Strongly Correlated Solids. Dynamical Mean Field Theory.

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Kondo Physics from a Quantum Information Perspective

Kondo Physics from a Quantum Information Perspective. Pasquale Sodano International Institute of Physics, Natal, Brazil. Sougato Bose UCL (UK). Henrik Johannesson Gothenburg (Sweden). Abolfazl Bayat UCL (UK). References. An order parameter for impurity systems at quantum criticality

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Polarization of exciton polariton condensates in lateral traps

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Hidden Order and Kondo Effect in URu2Si2

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SO(5) Theory of High Tc Superconductivity

SO(5) Theory of High Tc Superconductivity. Shou-cheng Zhang. Stanford University. Collaborators. E. Demler, J.P.Hu, H.D.Chen, S. Rabello Stanford University W. Hanke, E.Arrigoni, R. Eder. A.Dorneich University of Wuerzberg J. Berlinsky, C. Kallin McMaster University

500 views • 38 slides

Optically Trapped Low-Dimensional Bose Gases in Random Environment

Optically Trapped Low-Dimensional Bose Gases in Random Environment. Zhao-xin Liang ( ??? ) Institute of Metal Research, Chinese Academy of Sciences ( ?????????? ) Collaborators Ying Hu ( ?? ) (HKBU), Ke-zhao Zhou ( ??? ) (IMR)

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Bose-Einstein Condensation and Superfluidity Gordon Baym University of Illinois, Urbana January 2004

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POLARITON CONDENSATION IN TRAP MICROCAVITIES: AN ANALYTICAL APPROACH

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Paul M. Goldbart University of Illinois at Urbana-Champaign goldbart@uiuc

Seeking simplicity in complex media: a physicist's view of vulcanized matter, glasses, and other random solids. Paul M. Goldbart University of Illinois at Urbana-Champaign goldbart@uiuc.edu w3.physics.uiuc.edu/~goldbart.

445 views • 31 slides

Simulation of multiphase flows

Y. X. Simulation of multiphase flows. Multiphase/multicomponent fluid systems Fluid domain W split in two o more fluid regions W 1 , W 2 Fluids separated by interface G Fluid with different fluid properties r 1 , m 1 , r 2 , m 2 Interface provided by surface tension s.

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Does FFLO state exist in field-induced superconducting phase of l -(BETS) 2 FeCl 4 ?

Does FFLO state exist in field-induced superconducting phase of l -(BETS) 2 FeCl 4 ?. Shinya UJI National Institute for Materials Science and Univ. of Tsukuba Tsukuba, JAPAN. In collaboration with T. Yamaguchi, T. Konoike, and K. Enomoto NIMS H. Cui, H. Kobayashi

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A. S=1/2 fermions (Si:P , 2DEG) Metal-insulator transition Evolution of magnetism across transition .

A. S=1/2 fermions (Si:P , 2DEG) Metal-insulator transition Evolution of magnetism across transition . Phil. Trans. Roy. Soc. A 356 , 173 (1998) (cond-mat/9705074) Pramana 58 , 285 (2002) (cond-mat/0109309) B. S=0 bosons (ultracold atoms in an optical lattice)

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Synchronization transition on random scale-free networks : Analytic approach

Synchronization transition on random scale-free networks : Analytic approach. Seoul National University, Seoul, Korea. Eulsik Oh. Contents. Synchronization Networks Model on scale-free networks Analytic Results Numerical Results Summary. http://cnrl.snu.ac.kr. Large J. Small J.

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Sync How Order Emerges From Chaos in the Universe, Nature, and Daily Life

Sync How Order Emerges From Chaos in the Universe, Nature, and Daily Life. Sync. Chapter 1: Fireflies and the Inevitability of Sync (pg 11-39) Chapter 2: Brain Waves and Conditions for Sync (pg 40-69) Chapter 3: Sleep and the Daily Struggle for Sync (pg 70-102). Firefly.

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Determining Chemical Order Parameter from Small Volumes

Determining Chemical Order Parameter from Small Volumes Gregory B. Thompson, University of Alabama Tuscaloosa, DMR 0547445 Intellectual Merit.

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Non-periodic fluctuations of the displacive order parameter and phase transitions in pyroxene and plagioclase. Chemical Research Center of the Hungarian Academy of Sciences, Budapest Dipartimento di Scienze della Terra, Parma, Italy School of Earth and Space Exploration,Tempe, U.S.A.

115 views • 1 slides